Given the problem below, we can conclude that the maximum value of z is 36000 and this occurs when x-0and y=6000. In practical terms, this means that the maximum number of earthquake survivors who can...


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Given the problem below, we can conclude that the maximum value of z is<br>36000 and this occurs when x-0and y=6000. In practical terms, this<br>means that the maximum number of earthquake survivors who can be<br>helped with each plane shipment is 36000. This can be accomplished by<br>sending 6000 medical kits.<br>Bottied water and medical supplles are to be shipped to survivors of an earthquake by<br>plane. Each container of bottled water will serve 10 people and each medical kit will aid 6<br>people. Each plane can carry no more than 80.000 pounds. The bottled water weighs 20<br>pounds per container and each medical kit weighs 10 pounds. Each plane can carry a total<br>volume of supplies that does not exceed 6000 cubic feet. Each water bottie is 1 cubic foot<br>and each medical kit also has a volume of I cubic foot.<br>True<br>False<br>The maximum value of the objective function of the problem below is<br>Bottled water and medical supplies are to be shipped to survivors of an earthquake by<br>plane. Each container of bottled water will serve 10 people and each medical kit will aid 6<br>people. Each plane can carry no more than 80,000 pounds. The bottied water weighs 20<br>pounds per container and each medical kit weighs 10 pounds. Each plane can carry a total<br>volume of suppies that does not exceed 6000 cubic feet. Each water bottle is 1 cubic foot<br>and each medical kit also has a volume of I cubic foot.<br>36000<br>44000<br>40000<br>The optimal solution of the problem below is *<br>Bottled water and medical supplies are to be shipped to survivors of an earthquake by<br>plane. Each container of bottled water will serve 10 people and each medical kit will aid 6<br>people. Each plane can carry no more than 80,000 pounds. The bottled water weighs 20<br>pounds per container and each medical kit weighs 10 pounds. Each plane can carry a total<br>volume of supplies that does not exceed 6000 cubic feet. Each water bottle is I cubic foot<br>and each medical kit also has a volume of 1 cubic foot.<br>O (0, 0)<br>(0, 6000)<br>(2000, 4000)<br>(4000, 0)<br>

Extracted text: Given the problem below, we can conclude that the maximum value of z is 36000 and this occurs when x-0and y=6000. In practical terms, this means that the maximum number of earthquake survivors who can be helped with each plane shipment is 36000. This can be accomplished by sending 6000 medical kits. Bottied water and medical supplles are to be shipped to survivors of an earthquake by plane. Each container of bottled water will serve 10 people and each medical kit will aid 6 people. Each plane can carry no more than 80.000 pounds. The bottled water weighs 20 pounds per container and each medical kit weighs 10 pounds. Each plane can carry a total volume of supplies that does not exceed 6000 cubic feet. Each water bottie is 1 cubic foot and each medical kit also has a volume of I cubic foot. True False The maximum value of the objective function of the problem below is Bottled water and medical supplies are to be shipped to survivors of an earthquake by plane. Each container of bottled water will serve 10 people and each medical kit will aid 6 people. Each plane can carry no more than 80,000 pounds. The bottied water weighs 20 pounds per container and each medical kit weighs 10 pounds. Each plane can carry a total volume of suppies that does not exceed 6000 cubic feet. Each water bottle is 1 cubic foot and each medical kit also has a volume of I cubic foot. 36000 44000 40000 The optimal solution of the problem below is * Bottled water and medical supplies are to be shipped to survivors of an earthquake by plane. Each container of bottled water will serve 10 people and each medical kit will aid 6 people. Each plane can carry no more than 80,000 pounds. The bottled water weighs 20 pounds per container and each medical kit weighs 10 pounds. Each plane can carry a total volume of supplies that does not exceed 6000 cubic feet. Each water bottle is I cubic foot and each medical kit also has a volume of 1 cubic foot. O (0, 0) (0, 6000) (2000, 4000) (4000, 0)

Jun 03, 2022
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